TITLE

Weak shock waves in isotropic solids at finite temperatures up to the melting point

AUTHOR(S)
Currò, C.; Sugiyama, M.; Suzumura, H.; Valenti, G.
PUB. DATE
February 2007
SOURCE
Continuum Mechanics & Thermodynamics;Feb2007, Vol. 18 Issue 7/8, p395
SOURCE TYPE
Academic Journal
DOC. TYPE
Article
ABSTRACT
Propagation speeds and Rankine–Hugoniot relations for weak shock waves in isotropic solids are derived analytically in order to elucidate mechanical and thermal properties of the waves. In the analysis, we adopt a new continuum model for the solids, which takes into account explicitly microscopic thermal vibration of the constituent atoms. As the model is valid in a wide temperature range up to the melting point, we can discuss the relations at high temperatures even near the melting point. Typical numerical results are also shown and discussed as illustrations.
ACCESSION #
23819422

 

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